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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 30 30, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 30 30, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 30 30, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 30 30, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 30 30, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 30 30, auto;}
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}
div.testarea{
animation:rwdcur240879 1.4s linear infinite forwards;
}
